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Original Articles

Tidal estimation in the Atlantic and Indian Oceans

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Pages 309-350 | Published online: 10 Jan 2009

References

  • Accad , Y. and Pekeris , C. L. 1978 . Solution of the tidal equations for the M2 and S2 tides in the world oceans from a knowledge of the tidal potential alone . Philos. Trans. R. Soc. London , : 290
  • Cartwright , D. E. 1977 . Oceanic tides . Rep. Prog. Phys. , : 40
  • Estes , R. H. 1980 . A simulation of global ocean tide recovery using altimeter data with systematic orbit error . Mar. Geod. , 3 (1–4)
  • Hendershott , M. G. and Munk , W. H. 1970 . Tide. Annu. Rev. Fluid Mech. , : 2
  • Hendershott , M. C. 1973 . Ocean tides . EOS , 54 (2)
  • Hendershott , M. C. 1977 . “ Numerical models of ocean tides ” . In The Sea, Marine Modeling , Edited by: Goldberg , E. D. Vol. 6 , New York : Wiley‐Interscience .
  • Hendershott , M. C. 1981 . “ Long waves and ocean tides, ” . In Evolution of Physical Oceanography , Cambridge, Mass. : The MIT Press .
  • Mazzega , P. 1985 . M2 model of the global ocean tide derived from SEASAT altimetry . Mar. Geod. , : 9
  • Parke , M. E. and Hendershott , M. C. 1980 . M2 S2 K1 models of the global ocean tide on an elastic earth . Mar. Geod. , 3 (1–4)
  • Platzman , G. W. 1975 . Normal modes of the Atlantic and Indian Oceans . J. Phys. Oceanogr. , 5
  • Platzman , G. W. 1978 . Normal modes of the world ocean: I. Design of a finite‐element barotropic model . J. Phys. Oceanogr. , : 8
  • Platzman , G. W. 1981 . Normal modes of the world ocean: II. Description of modes in the period range 8 to 80 hours . J. Phys. Oceanogr. , : 11
  • Platzman , G. W. 1984 . Normal modes of the world ocean: IV. Synthesis of diurnal and semidiurnal tides . J. Phys. Oceanogr. , : 14
  • Proudman , J. 1918 . On the dynamical equations of the tides . Proc. London Math. Soc. , : 18
  • Rao , D. B. 1966 . Free gravitational oscillations in rotating rectangular basins . J. Fluid Mech. , : 25
  • Rao , D. B. and Schwab , D. J. 1976 . Two‐dimensional normal modes in arbitrary enclosed basins on a rotating earth: application to Lakes Ontario and Superior . Philos. Trans. R. Soc. London , : 281 Ser. A
  • Rao , D. B. and Schwab , D. J. 1981 . A method of objective analysis for currents in a lake with application to Lake Ontario . J. Phys. Oceanogr. , : 11
  • Sanchez , B. V. , Rao , D. B. and Wolfson , P. G. 1985 . Objective analysis for tides in a closed basin . Mar. Geod. , : 9
  • Schwiderski , E. W. 1979 . “ Global ocean tides: II ” . In The semidiurnal principal lunar tide (M2), Atlas of tidal charts and maps , NSWC TR 79–414
  • Schwiderski , E. W. 1980 . Ocean tides: I. Global ocean tidal equations; Ocean tides: II: A hydrodynamical interpolation model . Mar. Geod. , 3 (1–4)
  • Schwiderski , E. W. 1981 . “ Global ocean tides: IV ” . In The diurnal luni‐solar declination tide (Kl), Atlas of tidal charts and maps , NSWC TR 81–142
  • Woodworth , P. L. and Cartwright , D. E. 1986 . Extraction of the M2 ocean tide from SEASAT altimeter data . Geophys. J. R. Astr. Soc. , : 84

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